<snapdata remixID="11490421"><project name="Blooming Flowers" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>This is for the Snap! Topic of the Month: Flowers&#xD;Flower growing petals until 6.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Blooming Flowers"><notes>This is for the Snap! Topic of the Month: Flowers&#xD;Flower growing petals until 6.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw flower with %&apos;petals&apos; petals" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">4</input></inputs><script><block s="doWarp"><script><block s="setColor"><color>209,176,0,1</color></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setSize"><l>3</l></block><block s="doRepeat"><l>360</l><script><block s="down"></block><block s="forward"><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>abs</option></l><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><block s="direction"></block><block s="reportQuotient"><block var="petals"/><l>2</l></block></list></block></block></block><l>150</l></list></block></block><block s="forward"><block s="reportVariadicProduct"><list><block 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s="reportModulus"><block s="reportVariadicProduct"><list><block var="petals"/><l>100</l></list></block><l>100</l></block></block><l>%</l></list></block><l>12</l></custom-block></script></block></script></block-definition><block-definition s="write %&apos;text&apos; size %&apos;size&apos; in center" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%txt">Hello, world!</input><input type="%n">12</input></inputs><script><block s="doDeclareVariables"><list><l>width</l><l>transparency</l><l>xy</l></list></block><block s="doSetVar"><l>xy</l><block s="reportNewList"><list><block s="xPosition"></block><block s="yPosition"></block></list></block></block><block s="doSetVar"><l>transparency</l><block s="getPenAttribute"><l><option>transparency</option></l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><l>100</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="write"><block 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